Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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**Problem 1:** The transistor in the circuit of Figure 6.3.1 has a current gain (β) of 100. Find the values of the four resistors so that the following conditions are met: - \( V_B = +5 \, V \) - \( I_1 = 0.1 \, mA \) - \( I_E = 1 \, mA \) - \( V_C = +6 \, V \) **Figure 6.3.1 Explanation:** This figure depicts a transistor biasing circuit with the following components and parameters: - **Power Supply:** - \( V_{CC} = +15 \, V \) - **Transistor Configuration:** - The circuit includes a bipolar junction transistor. - **Resistors:** - \( R_{B1} \) and \( R_{B2} \) are base bias resistors. - \( R_C \) is the collector resistor. - \( R_E \) is the emitter resistor. - **Currents and Voltages:** - \( I_1 \) is the current through \( R_{B1} \). - \( V_B \) is the base voltage. - \( I_E \) is the emitter current. - \( V_C \) is the collector voltage. The goal is to determine the resistor values that satisfy the specified conditions.
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Transcribed Image Text:**Problem 1:** The transistor in the circuit of Figure 6.3.1 has a current gain (β) of 100. Find the values of the four resistors so that the following conditions are met: - \( V_B = +5 \, V \) - \( I_1 = 0.1 \, mA \) - \( I_E = 1 \, mA \) - \( V_C = +6 \, V \) **Figure 6.3.1 Explanation:** This figure depicts a transistor biasing circuit with the following components and parameters: - **Power Supply:** - \( V_{CC} = +15 \, V \) - **Transistor Configuration:** - The circuit includes a bipolar junction transistor. - **Resistors:** - \( R_{B1} \) and \( R_{B2} \) are base bias resistors. - \( R_C \) is the collector resistor. - \( R_E \) is the emitter resistor. - **Currents and Voltages:** - \( I_1 \) is the current through \( R_{B1} \). - \( V_B \) is the base voltage. - \( I_E \) is the emitter current. - \( V_C \) is the collector voltage. The goal is to determine the resistor values that satisfy the specified conditions.
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